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Proof of the Fundamental Proposition of Arithmetic 

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Manuscript Metadata

Resource ID

478

Access

Open

Contributed by

Frederik Wellmann

type of material

A. MS.

Category

MATHEMATICS (MS 1-278)

description

The proposition to be proved: ". . . that the order of sequence in which the things of any collection are counted makes no difference is [in] the result, provided there can be any order of counting in which the count can be completed. "

general index

fundamental proposition of, Mathematics, Qualitative analysis l

pagination

pp. 1-4

Date

1890~?

manuscript number

47

publication

n.p.

topic

MATHEMATICS / THE SIMPLEST MATHEMATICS

manuscript contains non-textual content

no

go to Manuscript Pages

 Public : MS_0047
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